For which interval(s)is the function $f(x)=x^{5}-$ 16x³decreasing? A) $x

Name: For which interval(s)is the function $f(x)=x^{5}-$ 16x 3 decreasing? A) $x<$ -4 or 4 $<$$x$ B)-4 $<$$\chi$$<$ 4 C)-4 $<$$x$$<$ 0 D)0 $<$$x$$<$ 4 E)-4 $<$$x$$<$ 4, $x \neq 0$
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Question

For which interval(s)is the function $f(x)=x^{5}-$ 16x³decreasing? A) $x<$ -4 or 4 $<$$x$ B)-4 $<$$\chi$$<$ 4 C)-4 $<$$x$$<$ 0 D)0 $<$$x$$<$ 4 E)-4 $<$$x$$<$ 4, $x \neq 0$

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The Answer of For which interval(s)is the function $f(x)=x^{5}-$ 16x³decreasing? A) $x<$ -4 or 4 $<$$x$ B)-4 $<$$\chi$$<$ 4 C)-4 $<$$x$$<$ 0 D)0 $<$$x$$<$ 4 E)-4 $<$$x$$<$ 4, $x \neq 0$

For Which Interval(s)is the Function f(x)=x5−f(x)=x^{5}-f(x)=x5− 16x3 decreasing? A) x<x<x< -4 or 4

For Which Interval(s)is the Function $f(x)=x^{5}-$ 16x³decreasing?
A) $x<$ -4 or 4